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I recently came across the following formula, and other than some
type of weighted moving average, I can't identify it. Anybody have
any ideas? Is there an AFL equivalent?
Value = 22.2222 * C + 17.284 * Ref(C,-1) + 13.4431 * Ref(C,-2) +
10.4557 * Ref(C,-3) + 8.1322 * Ref(C,-4) + 6.3251 * Ref(C,-5) +
4.9195 * Ref(C,-6) + 3.8263 * Ref(C,-7) + 2.976 * Ref(C,-8) + 2.3147
* Ref(C,-9) + 1.8003 * Ref(C,-10) + 1.4002 * Ref(C,-11) + 1.0891 * Ref
(C,-12) + .8471 * Ref(C,-13) + .6588 * Ref(C,-14) + .5124 * Ref(C,-
15) + .3985 * Ref(C,-16) + .31 * Ref(C,-17) + .2411 * Ref(C,-18)
+ .1875 * Ref(C,-19) + .1458 * Ref(C,-20) + .1134 * Ref(C,-21)
+ .0882 * Ref(C,-22) + .0686 * Ref(C,-23) + .0534 * Ref(C,-24)
+ .0415 * Ref(C,-25) + .1453 * Ref(C,-26);
The initial constant(22.2222)is also a mystery, however each
successive constant seems to be 7/9ths of the previous one.
or this one?
Value2 = 66.6667 * C + 22.2222 * Ref(C,-1) + 7.4074 * Ref(C,-2) +
2.4691 * Ref(C,-3) + .823 * Ref(C,-4) + .2743 * Ref(C,-5) + .1372 *
Ref(C,-6);
where the successive constants are 1/3 of the previous one.
Any insights would be appreciated
Thanks
Rick
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